Money Management - Part 1
Lesson 7: Money Management - Part 1
I do a little bit of preaching on the pages of
The
GameMaster Online every so often, primarily because I hate to think of
people handing their money to casinos. I'm not saying I don't lose,
because I have my bad days as well, but what I am saying is that the casinos
have to fight me for every penny they get. You need to develop that kind of
attitude and just the fact that you're reading this now shows me that you're
willing to learn, so you've got a good start. Casinos make money because the
players allow them to make money. Even if you've learned everything I've
taught you up to this point, you're still not ready to play, so forget about
it and start building your bankroll towards the day when you WILL be ready.
You cannot expect to win at Blackjack if you're betting the rent money. You
must have a sum of money set aside which is "extra" -- money which, should
you lose it, will not affect your lifestyle in any way. By doing it that
way, you'll bet what needs to be bet and play the hands as they need to be
played. That's what gets the $$$ at the casino. 'Nuff said.
What is Money Management?
As it applies to playing Blackjack as a card counter, money management is
a method of betting which will minimize your losses and maximize your gains.
Playing Blackjack carries with it the risk of loss. The advantage a counter
has over the casino is small and the fluctuations in a player's bankroll can
occur with frightening speed. Proper management of your funds is required in
all aspects of the game to give you the best possible chance of reaching
that elusive "long term". Some of you will begin your careers as counters
with a big win and you'll never look back. Most of you, however, will begin
with a loss and it will take more hours of play before you start showing a
profit; that's just the reality of the situation. What I'm going to teach
you in the next four or five lessons is how to survive at the game until
your long term edge begins to have its effect and then show you how to keep
the profits you make.
The True Count
The concept of the "true count" is very visual. You might want to
consider our
DVD or dual CD product, to enhance the learning experience.
All of our betting decisions will be made on the basis of what is known
as the "true count" or more accurately, the "count per remaining deck".
While most of this applies to those who will be playing at multi-deck games,
you single-deckers pay attention, too -- you'll need to know this as well.
If six small cards come out on the first hand in a game, we will have a
running count of 6. For the single-deck players, you will have a true count
of just over 6, since there's just a bit less than one deck remaining to be
played. If you're at a six-deck game, the count per remaining deck (the true
count) is just a bit over 1, since there is just a bit less than 6 decks
remaining to be played. See how that works? We are "standardizing" the count
by dividing the running count by the total number of remaining decks. Let's
try another example to see if you understand the concept. At a single-deck
game on the first hand, a running count of 2 (remember, I don't use "+" to
indicate a positive number) converts to a true count of 2, when rounded off.
In a six-deck game and a running count of 12 after the first hand, the true
count converts to 2. Both true counts are 2 , but it takes a much higher
running count to achieve that in the six-deck game.
TO DETERMINE THE TRUE COUNT, DIVIDE THE "RUNNING" COUNT BY THE NUMBER OF
DECKS REMAINING TO BE PLAYED.
Don't let that statement confuse you. What this means is the number of
decks left, whether they'll actually be played or not. In a six-deck
game, a deck or more may be cut off by the dealer, but that means nothing
when computing true count. The basis for the calculation is the total number
of decks in the game which is adjusted by the number of decks which have
been played. An example: in a six-deck game where two decks have been played
and put into the discard rack off to the side, a running count of 8
translates into a true count of 2 because there are four decks left in the
shoe. The dealer may shuffle before all four of those remaining decks have
been played, but for true count conversion that doesn't matter.
Take this this little test with me to see if you understand the principle.
| Deck Remaining | Running Count | True Count | |
| 1. | 4 | 8 | 2 |
| 2. | 2 | 10 | 5 |
| 3. | 5 | 5 | 1 |
| 4. | 3 | 12 | 4 |
Estimating the Number of Remaining Decks
The casinos are very nice about providing us a device to determine just
how many decks there are remaining to be played in the shoe. No, that device
is not the shoe, but the discard tray which can be found on virtually
every table where a multi-deck game is played. As cards are used, the dealer
places them very neatly in the discard tray where everyone can see them so
counters use that, and a bit of subtraction, to determine how many decks are
left to be played. At a six-deck game, if there are two decks in the discard
tray, there has to be four decks left in the shoe, assuming no cards are on
the table. What we strive for is to be accurate to within a half-deck for
our estimation. Just exactly how to train for that is one of your homework
assignments, so don't worry about it for the moment. What's more important
at this point are the mechanics used to calculate the true count by that
method. Let's walk through a simple explanation together.
We're at a six-deck game, the running count is M-6 and three decks are in
the discard tray. That means three decks remain, so we divide the running
count by 3 and our true count is M-2. Yes, this works for negative decks as
well -- exactly the same way. Got it? Try this test to see if you do.
Assume we're at a six-deck game. I'm only going to give you the decks in the
discard tray, so do the calculation to determine the number of decks left in
the shoe.
| Decks Played | Running Count | True Count | |
| 1. | 2 | 4 | ? |
| 2. | 4 | 8 | ? |
| 3. | 5 | 5 | ? |
| 4. | 1 | 5 | ? |
| 5. | 2.5 | 7 | ? |
| 6. | 2 | 0 | ? |
| 7. | 3.5 | M-5 | ? |
| 8. | 1.5 | 9 | ? |
| 9. | 3 | M-3 | ? |
| 10. | 4.5 | 3 | ? |
1. One (2 decks played, 4 decks remaining, 4 divided by 4 = 1)
2. Four (4 decks played, 2 decks remaining, 8 divided by 2 = 4)
3. Five (You're on your own now, kid.)
4. One
5. Two
6. Zero
7. M-two
8. Two
9. M-one
10. A bit over one (but we always round "down" in order to be conservative, so we'd call this "one".)
I can see some eyes glazing over out there, so we better stop for this
week. But don't be discouraged; you can learn this -- it just takes some
practice. Speaking of practice, pick up your homework assignment and
practice "calibrating" your eyes.
Homework
Estimating the number of decks remaining in a discard tray is really just an
exercise in repetitive staring. If you look at a deck of 52 cards long
enough, you can tell if 10 or 12 cards have been added to it. So, that's how
we calibrate our eyes. Begin with a single deck and look it for a while.
Then, put another deck on top of it and look at that for a while. Now, put a
third deck on top and look at that for a while. Finally, pull one deck off
-- don't count the cards -- just estimate how much a deck is, pull it off
and then count it to see how close you were. Now, put that deck back on top
and pull off two decks, count them for accuracy and put them back on top.
Now, build your stack up to five decks and pull off a deck and a half, then
three decks and so on. You'll be amazed at how quickly you've begun to
recognize how many decks are in a pile. A nice variation to this exercise is
to have a friend set up piles of various sizes (within a half-deck accuracy)
while you're out of the room and then you come in and recite the size of
each pile.
Keep at it, because you've got to be accurate at this. Your money will be
riding on it.
See you here next week when we discuss how to bet by using the true count.
Questions? E-mail me at
aceten@stlnet.com and I'll get
back to you ASAP.
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